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Filling gaps in wave records with artificial neural networks

机译:用人工神经网络填补波浪记录中的空白

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摘要

This contribution presents a neural data interpolation methodology, which was implemented to restore missing wave measurements. The methodology is based on the ability of artificial neural networks to find and reproduce non-linear dependencies within complex geophysical systems. The data were obtained from a field campaign during July 1985-December 1993 near Tasmania. Wave observations from a "Waverider" buoy were broadcasted as a high frequency radio signal via a quarter-wave antenna to a "Diwar" receiver. These measurements were used to train and to validate the neural nets employed. To restore missing data over time periods from 12 to 36 hours, five feed-forward, three-layered, artificial neural networks of a similar structure were implemented. The artificial neural networks' performance was estimated in terms of the bias, root mean square error, correlation coefficient, and scatter index. The methodology demonstrated reliable results with a fairly good overall agreement between the restored wave records and actual measurements.
机译:这一贡献提出了一种神经数据插值方法,该方法可用于恢复丢失的波测量结果。该方法基于人工神经网络在复杂地球物理系统中发现和再现非线性依存关系的能力。数据取自1985年7月至1993年12月在塔斯马尼亚附近的一次野战。来自“ Waverider”浮标的波观测结果通过四分之一波天线作为高频无线电信号广播到“ Diwar”接收器。这些测量值用于训练和验证所使用的神经网络。为了在12到36个小时的时间内恢复丢失的数据,实施了五个结构相似的前馈,三层,人工神经网络。人工神经网络的性能是根据偏差,均方根误差,相关系数和散布指数估算的。该方法论证明了可靠的结果,在恢复的波浪记录和实际测量值之间具有相当好的总体一致性。

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